大西北巴膠
發表於 2023-10-27 07:20
KG1428 發表於 2023-10-26 22:46
我諗最大謗因
搭55,屯公第一站就係新墟街市
同站轉乘B3X去深圳灣口岸
就算停埋華都都應該唔爭遠... 同埋有組織聲稱運吉正打算安排55入市中心
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
castanopsis
發表於 2023-10-27 07:21
2076 發表於 2023-10-27 00:46
而家 56 56A 咁樣玩全日,成個格局唔同晒。
城巴有資源多,要做的係拉左 56 56A 去做埋山景、業旺同屯門 ...
56/A宜家個處理方法,擺到明係要遷就小巴
屯門段再拉長,我估44/44A反應會好大
奇怪既係,呢度個個都講咩嘢九巴反對
查實 屯門<>上水 個市場,九巴市佔可能三成都無
261主要做青公沿線
都唔知關乜嘢事
castanopsis
發表於 2023-10-27 07:29
ccchhhuuunnn 發表於 2023-10-27 01:05
同小巴混走就FF回不去了最多睇埋K54會唔會主動投降市中心段,不過睇嚟冇咁易收手
連良田都得半條半廢嘅61 ...
無論用唔用50M都好,54區<>元朗 係好值得做
一程巴士公路直飛大馬路,比起K54轉西鐵然後行一大餐,或者轉輕鐵站站停
觀感好好多
當連 天水圍<>元朗 都大把人棄輕鐵搭巴士
如果連埋良田去做,市場係相當可觀
比起直接搵城巴接手K54部分既客源,做返同宜家鐵巴同樣既功能
我覺得50M拉去元朗,更加有效分流K54,亦真真正正改善到居民既交通
天空之神
發表於 2023-10-27 08:17
castanopsis 發表於 2023-10-27 07:21
56/A宜家個處理方法,擺到明係要遷就小巴
屯門段再拉長,我估44/44A反應會好大
山景同業旺都無小巴,
用返 56A 果招,小巴唔做/做唔掂就搵巴士做
和田不停站直去到山景可能屎水都制
HR1377
發表於 2023-10-27 08:46
KG1428 發表於 2023-10-26 22:46
我諗最大謗因
搭55,屯公第一站就係新墟街市
同站轉乘B3X去深圳灣口岸
62X一樣可以同站轉乘B3X去深圳灣口岸
之前提過55要行觀塘道才有機會全日,但是由邊條線找數俾quota?
同埋如果55可以開55C全日行觀塘道,同55性質相似的78C,33B/290E有機會要求全日行觀塘道 (290E有機會要求觀塘道加站)
Peter03145212
發表於 2023-10-27 09:02
天空之神 發表於 2023-10-27 08:17
山景同業旺都無小巴,
用返 56A 果招,小巴唔做/做唔掂就搵巴士做
和田不停站直去到山景可能屎水都制
今年RPP咪話用57M做業旺
EvilKo
發表於 2023-10-27 09:12
dennis28a 發表於 2023-10-26 22:35
當年 62X 未全日前,259D 夠密車去深圳灣,咪又係唔夠跑狗打。
不如你望下全個觀塘跑狗做緊幾多分鐘一班 ...
我又諗返起976打跑狗論 ;P
唔計市區停站
跑狗一上跑道冇100都有80啦,巴士點追
2蚊客都未必同你慢慢碌
asv98.kw131
發表於 2023-10-27 09:12
本帖最後由 asv98.kw131 於 2023-10-27 09:15 編輯
castanopsis 發表於 2023-10-27 07:21
56/A宜家個處理方法,擺到明係要遷就小巴
屯門段再拉長,我估44/44A反應會好大
56 56A 嘅處理方法應該係就 503 503K,反而係本身 56 屯門嘅定線係就 44 44A。
我諗 56 56A 屯門段最多可以拉到龍門居嘅,再拉就真係俾 44 系搞。
asv98.kw131
發表於 2023-10-27 09:18
KG1428 發表於 2023-10-26 22:21
反而覺得比55全日服務價值會大於50。55起碼可以比東九龍居民搭車去到紅橋站轉B3X返大陸。277E可以吸引東九 ...
有咁多九龍東嘅人要返大陸?
又,本身都有唔少跑狗做緊,啲人仲同你慢慢轉車?
再,$2 搭 259D 轉 B3 系咪都係 $4,點解要等 55?
加埋,55 做嗰啲位真係有咁多人要去內地?你話 55 停九龍住宅區 / 商業區就話啫。
巴士迷A號
發表於 2023-10-27 09:21
Peter03145212 發表於 2023-10-27 09:02
今年RPP咪話用57M做業旺
九唔搭八
57M用嚟南下啫
而家講緊北上